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Can somebody please put into plain english the definition of relative maximum and minimum
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There is an absolute and a relative maximum. The absolute maximum is the highest maximum on a graph. The relative maximum would be any additional maximum on a graph that is not the highest point on the graph.
if it higher than its local surroundings; its a local max
go to the left and drop; do to the right and drop; that means where you are is the highest :) same concept for lowest points
if your going by f'(x); if f'(x) goes from negative to positive; your scooping at a min if f'(x) goes from positive to negative; your going over a hill a max
just think of a roller coasterride :)
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